Nonlinear Programming without a penalty function (2000)

by Roger Fletcher , Sven Leyffer
Venue:Mathematical Programming
Citations:160 - 27 self

Active Bibliography

Math. Program., Ser. A 91: 239–269 (2002) Digital Object Identifier (DOI) 10.1007/s101070100244 – Roger Fletcher, Sven Leyffer - 2001
24 Integrating SQP and branch-and-bound for Mixed Integer Nonlinear Programming – Sven Leyffer - 1998
Nonlinear Programming: Introduction, Unconstrained and Constrained Optimization – Gianni Di Pillo, Laura Palagi, Tech Rep
18 Numerical experience with solving MPECs as NLPs – Roger Fletcher, Sven Leyffer - 2002
9 SQP methods for large-scale nonlinear programming – Nicholas I. M. Gould, Ph. L. Toint - 1999
10 A Bundle Filter Method for Nonsmooth Nonlinear Optimization – R. Fletcher, S. Leyffer - 1999
1 Numerical Performance of an SLP-Filter Algorithm that takes EQP steps – Choong Ming Chin, Roger Fletcher - 2001
4 Mathematical Models for Transportation Demand Analysis – Michel Bierlaire - 1996
11 A Revised Modified Cholesky Factorization Algorithm – Robert B. Schnabel, Elizabeth Eskow - 1999
Steepest Edge, Degeneracy and Conditioning in LP – R. Fletcher - 1994
1 Stable Reduced Hessian Updates for Indefinite Quadratic Programming – Roger Fletcher - 1999
47 Numerical experience with lower bounds for MIQP branch-and-bound – Roger Fletcher, Sven Leyffer - 1995
25 Theory and implementation of numerical methods based on Runge-Kutta integration for solving optimal control problems – Adam Lowell Schwartz - 1996
SQ^P, Sequential Quadratic Constrained Quadratic Programming – Serge Kruk, Henry Wolkowicz - 1998
4 Partially Reduced SQP Methods for Optimal Turbine and Compressor Blade Design – Wolfgang Egartner, Volker H. Schulz - 1998
LINEAR COMPLEMENTARITY PROBLEM, ITS GEOMETRY, AND APPLICATIONS – n.n.
1 Enlarging the Region of Convergence of Newton's Method for Constrained Optimization – D. P. Bertsekas - 1982
The Sequential Quadratic Programming Method – Roger Fletcher - 2007
5 A Robust Algorithm for Optimization With General Equality and Inequality Constraints – Xin-wei Liu, Ya-xiang Yuan